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Advances in Pure Mathematics
Submission
Advances in Pure Mathematics
ISSN Print:
2160-0368
ISSN Online:
2160-0384
www.scirp.org/journal/apm
E-mail:
apm@scirp.org
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"
First Note on the Definition of S2-Convexity
"
written by
Pinheiro Marcia
,
published by
Advances in Pure Mathematics
,
Vol.1 No.1, 2011
has been cited by the following article(s):
Google Scholar
CrossRef
[1]
Revision and Extension of the Really Short Note on S-convex Functions
2018
[2]
Really Short Note on Examples of S-convex Functions
2018
[3]
Second Note on the New Shape of S-Convexity
Modern International Journal of Pure and Applied Mathematics
,
2017
[4]
SUMMARY AND IMPORTANCE OF THE RESULTS INVOLVING THE DEFINITION OF CONVEXITY
2016
[5]
First Note on the New Shape of S− convexity
2016
[6]
For the WSEAS: Summary and Importance of the Results Involving the Definition of S− convexity
2016
[7]
THIRD NOTE ON THE SHAPE OF S−CONVEXITY
International Journal of Pure and Applied Mathematics
,
2014
[8]
THIRD NOTE ON THE SHAPE OF CONVEXITY
2014
[9]
First note on the shape of S-convexity
2014
[10]
Second note on the shape of S-convexity
2014
[11]
FIRST NOTE ON THE SHAPE OF -CONVEXITY
2014
[12]
SECOND NOTE ON THE SHAPE OF CONVEXITY
2014
[13]
Third Note on the Shape of S-convexity
International Journal of Pure and Applied …
,
2014
[14]
Minima Domain Intervals and the S-Convexity, as well as the Convexity, Phenomenon
Advances in Pure Mathematics
,
2012
[15]
ON S-CONVEXITY AND OUR PAPER WITH IJPAM
International Journal of Pure and Applied Mathematics
,
2011
[1]
Minima Domain Intervals and the S-Convexity, as well as the Convexity, Phenomenon
Advances in Pure Mathematics
,
2012
DOI:
10.4236/apm.2012.26069
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